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WorksheetsMIDTERM EXAMINATION
Total questions: 100
Worksheet time: 25hrs 0mins
27x2÷9x (AVOID SPACING)
(a)
14m2n2÷7mn (AVOID SPACING)
(a)
Divide:
2x8−8x2−28x
2x8−2x2−7x
8x7−8x−28x
2x7−2x−7
Divide:
15x9 - 8x3
3x6 - 8x3
-5x12
3x6 - 40x3
Divide:
(9x2 + 6x) ÷ 3x
3x + 2
3x2 + 2x
5x2
3x + 6
Divide 8x2−4x +12 by 2x
4x+2
x4x−2+6
4x−2
6x4x−2+1
2x3x2−2xy
1.5x3 −x2y
1.5x − y
1.5x + y
1.5x − 2y
2a2bc6a3b2c4 − 8a2b2c
3abc − 4abc
3abc3 − 4b
3a3b2c4 − 4b
3abc +4b
3y218y6 +9y4 −12y2
6y2 +3y2 −4y2
15y4 +6y2 − 9
6y4 +3y2−4
6y3 −3y2 +4y
(45x6y9) / (5x4y2)
Simplify.
6r6
3r4
3r6
6r4
When I am a dividing by a monomial, I should _______ the coefficients and ________ the exponents for each term.
add, subtract
subtract , divide
divide, divide
divide, subtract
5x20x2
15x
4x
15x2
25x
9m2n336m2n5
27n2
4mn2
45m4n8
4n2
5(5x2−15y3)
x2−3y3
x2−15y3
10x2−20y3
5x2−3y3
mn(m2n+m6n3)
m3n2+m7n4
m2n+m5n2
m+m5n2
m+m6n3
What is 6b3+12b4c2 divided by 3b2
2b+4b2c2
3b+9b2c2
(14d3−21d8)÷ 7d2
7d−21d6
7d1.5−14d4
2d−3d6
2d1.5−3d4
−3x(−18x5−12x3−6x2)
−15x4−9x2−3x
−6x4−4x2−2x
6x4+4x2+2x
6x5+4x3+2x2
x2y2(x6y8−x4y6+x2y4)
x4y6−x2y4+y2
x3y4−x2y3+xy2
x8y10−x6y8+x4y6
0x4y6−0x2y4+0y2
3y218y6 +9y4 −12y2
6y2 +3y2 −4y2
15y4 +6y2 − 9
6y4 +3y2−4
6y3 −3y2 +4y
Simplify
4x2y510x8y5
6x6y
25x6
25x6y
6x6
2x2(8x4+6x3−10x2)
4x2+3x−5
4x2+3x1.5−5x
6x2+4x−12
6x2+4x1.5−12x
What is the GCF of 18 and 24?
3
6
8
9
10x + 15
x2 - 5x
8n3 + 2n2
56a3-8a
2n3+16n+12
Factor out the GCF
3x3 + 9x
3x (x2 + 3)
3x ( x3 + 9)
x (3x2 + 9)
3x (x3 + 3x)
Factor completely
18x3 + 81x - 27
9x (2x2 + 9x - 3)
3 (6x3 + 27x - 9)
9 (2x3 + 9x - 3)
9 (2x2 + 9x - 3)
2n2-8n3
10x2 + 15x-5
4b5+4b3+16b2
Factor by GCF:
6m2 + 16m
2(3m2 + 8m)
2m(3m + 8)
2m(3m - 8m)
Prime
Factor by GCF:
17xy - x
17(xy - x)
y(17x - x)
x(17y - 1)
Prime
What is the GCF of 18k and 15k3
5k3
3k3
3k
5k
24m3n5p + 6mn4p2 + 4mn5
56a3-8a
8r3 + 16r2
Which is a factor of x2−11x+24?
(x+3)
(x−3)
(x+4)
(x−4)
Which of the following is one of the factors of the expression: 4x2−25?
(4x−5)
(2x+1)
(4x−1)
(2x−5)
What is the factored form of the expression? x2−16
(x−4)(x+4)
(x−8)(x+8)
(x−4)(x−4)
(x−8)(x−8)
Which shows the polynomial 8x2+16x+8 completely factored?
(4x+4)2
(4x+4)(2x+2)
8(x+1)2
8(x+1)(x−1)
What is the factored form of the expression? x2+x−6
(x−3)(x+2)
(x+1)(x−6)
(x−2)(x+3)
(x−2)(x−3)
What are the binomial factors of x2+7x−18
(Pick 2 answers)
(x−9)
(x+9)
(x−2)
(x+2)
If (x−3) is a factor of x2+x−12 , then the other factor is?
(4x−3)
(3x−4)
(x−4)
(x+4)
Written in factored form, the trinomial 2y2+26y+80 is equivalent to:
2(y−5)(y−8)
(2y+5)(y+8)
2(y+5)(y+8)
(y+5)(2y+16)
When factored completely, x3−9x is equivalent to:
x(x−3)
x(x+3)(x−3)
(x+3)(x−3)
x(x+3)
Which expression is the factored form of 2x2−2x−12?
2(x+2)(x−3)
2(x+6)(x−1)
2(x+3)(x−2)
2(x+1)(x−6)
If (x−3) and (x+7) are the factors of the trinomial x2+bx−21 , what is the value of b?
−3
−4
7
4
If (2x−3) and (x+5) are multiplied to form the trinomial ax2+bx+c , what is the value of b?
−15
2
7
4
Factor the trinomial completely. x2−x−30
(x+1)(x−30)
(x+5)(x−6)
(x+6)(x−5)
prime
Factor the trinomial completely. x2−6x−72
(x−12)(x+6)
(x−72)(x+1)
(x+12)(x−6)
prime
Factor the binomial completely. 36−25x2
(6−5x)2
(6+5x)2
(6+5x)(6−5x)
prime
n2-13n+40
3v2 - 4v - 7
w4 - 625
(w2 + 25) (w2 - 25)
(w2 - 25) (w2 - 25)
(w2+ 25) (w+5) (w-5)
(w+25)(w-25)
x6 - 400
( x3 - 200) ( x3 + 200)
( x2 + 20) ( x2 + 20)
( x - 20) ( x + 20)
( x3 - 20) ( x3 + 20)
x4 - 100y2
(x2 + 10y) (x2 - 10y)
(x + 10y) (x - 10y)
(x + 10y) (x3 - 10y)
(x3 + 10y) (x - 10y)
a³-b³=
27x³-64
10x2 + 15x-5
4b5+4b3+16b2
k2+7x+10
3v2 - 4v - 7
5x2-28x+32
4x2-25x+25
63x4 - 7x2 + 28x
39y5 + 12y4 - 3y3
3x3-x2+6x-2
x3 - 4x2 -4x + 16
4p³+8p²+3p+6
4p³+8p²+3p+6
